Derrick.Farnell wrote:The content of any belief is a claim, whether it’s something profound, like ‘There’s an afterlife’, or something mundane, like ‘Tomorrow is Monday’.
To conclude that a claim is true is to conclude that it agrees with reality.
The problem I see here is that these types of claims are of a radically different order. Claims about such things as 'the afterlife' are categorically different to claims such as 'tomorrow is Monday' - or even 'the Higgs Boson exists'. Why? Because with the latter two one has the possibility of finding a consensus answer (to the first question) or statistically significant evidence (in the second).
This points towards the whole issue of sythetic, analytic and empirical truths. Empirical statements concern states-of-affairs, things that happen in the world. Therefore determining that a statement of this kind 'corresponds' with something in reality is an empirical matter (e.g. 'there are no penguins in the Northern Polar regions; deciduous trees loose their leaves in autumn). Analytic truths are true by definition (i.e. 'all bachelors are unmarried'.) 'Synthetic truths' are (I think) such things as inferences on the basis of logic which predict an outcome (hence combining both logic and empirical fact.)
But truths of a metaphysical kind, such as 'there's an afterlife', are of a different order again, insofar as there is no way to arrive at the facts about them (if indeed there are any) through either empirical or analytical means. So whether a statement of that kind 'corresponds' to anything in reality is a moot point (and is in fact the very reason why logicial positivism wished to eliminate all metaphysical propositions from philosophical discourse).
So what you're proposing is actually another version of an ancient philosophical notion - the correspondence theory of truth. It sounds perfectly sensible, but as someone has already pointed out, the meaning of the word 'correspondence' is problematical in this context. As one of the philosophy text books puts it:
According to this theory (correspondence), truth consists in the agreement of our thought with reality. This view ... seems to conform rather closely to our ordinary common sense usage when we speak of truth. The flaws in the definition arise when we ask what is meant by "agreement" or "correspondence" of ideas and objects, beliefs and facts, thought and reality. In order to test the truth of an idea or belief we must presumably compare it with the reality in some sense.
1- In order to make the comparison, we must know what it is that we are comparing, namely, the belief on the one hand and the reality on the other. But if we already know the reality, why do we need to make a comparison? And if we don't know the reality, how can we make a comparison?
2- The making of the comparison is itself a fact about which we have a belief. We have to believe that the belief about the comparison is true. How do we know that our belief in this agreement is "true"? This leads to an infinite regress, leaving us with no assurance of true belief.
Randall, J. & Buchler, J.;
Philosophy: An Introduction. p133
I think the reason that such an obvious idea can be challenged is that you're trying to advance a foundational claim, namely, a claim that grounds all kinds of truth claims. The problem is that 'correspondence' proceeds on the basis of the idea that there is a state of affairs there, and the perception of it, here, and that a correspondence can be established between them. In many cases, for example the case of experimental hypotheses, this can certainly be done; but if you attempt to say this is the criteria for truth, generally, then that is where we strike trouble. This is because experimental and empirical hypotheses proceed on the basis of a notion about the relationship between a proposition (theory, hypotheses, formula) and some experimental result or observation. In these kinds of cases it is not so hard to ascertain a correspondence or agreement (or lack of agreement). But when it comes to trying to articulate what truth
is, it is a problem of a much more general and much deeper order.
Perhaps I have just restated what you have stated, but I think this is where the general problem lies.